Quanto-Geometry

Quanto-Geometric Theory is a new modern-physics theoretical model aimed at the interpretation of dynamic systems beyond Quantum Mechanics and General Relativity. It affords a natural and simple path to the long-sought effective unification of Quantum Mechanics and General Relativity. In doing so, the Theory stunningly derives the fundamental Quantum parameters, the Speed of Light and the Newton Gravitational Constant from one single mathematical-physics formalism. Furthermore Quanto-Geometry has equally delivered on the long-time elusive goal of modern physics of computing from first principles the whole suite of the other known fundamental physical constants, both dimension-less and dimensional.

By eliciting the conceptual and philosophical implications of the mathematics governing the hierarchy of universal physical constants, Quanto-Geometric Theory proposes a novel vision and true insight into the essential structure of matter and organization of life. Its impact therefore promises to outgrow the world of academic physics into positively altering human consciousness and, consequently, our relationship with our living medium we otherwise call matter.

This book addresses academicians as well as the avid amateur physicists who will all find refreshing enjoyment in witnessing the unraveling of a handful of physics conundrums of all time in a clear, simple but effective and unequivocal manner.

... On my first read, it was too good to be true, all the experimental physical constants were arising, derived from a model, first the speed of light c, Planck constant h, fine structure constant...too good that I thought there must be some hidden tricks... Perplexed by the fact that this humble book indeed stands for the theory of Grand Unification long sought, I tried to break the model in repeated attempts, to no avail... Perhaps it would have been easier to break, had the constants popped out each of separate formalisms. However having c, G, h,...etc with a stunning precision arising only and only from a single formalism is a testimony of its authenticity. In any case, if such trick exists, I'd like to learn that mathematical ingenuity and dexterity through which it works!